Generalization of nonlinear differential polynomials sharing 1-points

In this paper, we generalize two theorems on the uniqueness of nonlinear differential polynomials sharing 1-points, which improves a result of Lahiri and Pal 7. © 2017 Pushpa Publishing House, Allahabad, India

Uniqueness of Meromorphic Functions whose Certain Differential Polynomials have Two Pseudo Common Values

In this paper, we study the uniqueness question of meromorphic functions whose certain differential polynomials having two pseudo common values, and obtain some results which improve and generalize the related results due to S.S. Bhoosnurmath and R.S. Davanal [1], P. Sahoo [5], J. Xia and Y. Xu [8] and C. Wu, C. Mu and J. Li [6]

Uniqueness of Difference Polynomials of Meromorphic Functions

In this paper, we study the zero distributions on the derivatives of q-shift difference polynomials of meromorphic functions with zero order and obtain two theorems that extend results of [3]

Uniqueness and value-sharing of meromorphic functions

In this paper, we prove two uniqueness theorem on meromorphic functions sharing one value which generalize a recent result of R. S. Dyavanal 2, and on the other hand, we relax the nature of sharing value from CM to IM

On Meromorphic Functions That Share One Small Function of Differential Polynomials with Their Derivatives

In this paper, we study the problem of meromorphic functions that share one small function of differential polynomial with their derivatives and prove one theorem. The theorem improves the results of Jin-Dong Li and Guang-Xin Huang [1]

Uniqueness of entire functions of certain difference polynomials sharing a small function

In this paper, we study the uniqueness problems of difference polynomials of entire functions sharing a small function α, using the concept of weakly weighted sharing and relaxed weighted sharing. Our results extend and generalise the results due to Pulak Sahoo and Himadri Karmakar 12. © 2017, Tsing Hua University. All rights reserved

Uniqueness theorems sharing one value of entire and meromorphic functions

In this paper, we study with a weighted sharing method the uniqueness problems of entire and meromorphic functions sharing one value and obtain some results which extends and generalises the theorems given by S.Bhoosnurmath and S. Dyavanal1,2, Tongdui Zhang and Weiran Lu 13, Harina P.W and Shilpa. N10

Results on uniqueness of meromorphic functions of differential polynomial

In this paper, we study the problem concerning meromorphic functions sharing a small function with weight $lgeq 0$ and present one theorem which extends a results due to Zhang and L"u cite{19}, S.S. Bhoosnurmath and Kabbur cite{5}, Banerjee and Majumder cite{3}, K. S. Charak and Banarsi Lal cite{7

On deficiencies of certain homogeneous differential polynomials

In this paper we prove some results on homogeneous differential polynomials in f

Uniqueness of Meromorphic Functions Sharing Onesmall Function with Regard to Multiplicity

In this paper, we study the uniqueness problem of nonlinear differential polynomials of meromorphic functions that share one small function a(z). Our results extend the corresponding result obtained by S.S. Bhoosnurmath and Smita R. Kabbur [16]